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Gwar [14]
4 years ago
11

Suppose △FLX≅△ZAQ

Mathematics
1 answer:
frosja888 [35]4 years ago
4 0
<span>In this question you got △FLX≅△ZAQ which mean:
F</span>≅Z
L≅A
X≅Q

Then if you translate the left side of the option it would become like this.<span>
△LXF = AQZ         ≅△AZQ  (false)
△LFX</span> = AZQ        <span>≅△AZQ (true)
△FXL</span> = ZQA        <span>≅△ZQA (true)
△XFL</span> = QZA        ≅△QZA (true)
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So first you need to find a formula for who has what!

Because nobody said what chase had, chase is our variable!

Chase = x
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Now you will put all of this in an equation- adding everybody together! The total is 89 so that will be what’s after the equal sign!

Your equation: x+x-6+x•3=89

First you will use PEMDAS, since there are no parentheses or exponents- you’ll do multiplication first!

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Second you will add all common terms! Remember- the 3x means there are THREE x’s in that one spot. Take out all x’s in the equation and add them together!

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When you divide, you are left with x=19. In this question, the answer is:

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